11 #ifndef CONCEPT_ALPHA_COMPLEX_SIMPLICIAL_COMPLEX_FOR_ALPHA_H_
12 #define CONCEPT_ALPHA_COMPLEX_SIMPLICIAL_COMPLEX_FOR_ALPHA_H_
16 namespace alpha_complex {
81 #endif // CONCEPT_ALPHA_COMPLEX_SIMPLICIAL_COMPLEX_FOR_ALPHA_H_
std::size_t num_vertices()
void prune_above_filtration(Filtration_value filtration)
Boundary_simplex_range boundary_simplex_range(Simplex_handle const &simplex)
Returns a range over boundaries of a given simplex.
unspecified Filtration_value
Definition: SimplicialComplexForAlpha.h:27
Skeleton_simplex_range skeleton_simplex_range
Returns a range over the simplices of the skeleton of the simplicial complex, for a given dimension.
Definition: SimplicialComplexForAlpha.h:70
The concept SimplicialComplexForAlpha describes the requirements for a type to implement a simplicial...
Definition: SimplicialComplexForAlpha.h:21
int dimension(Simplex_handle simplex)
unspecified Simplex_vertex_range
Iterator over vertices of a simplex.
Definition: SimplicialComplexForAlpha.h:51
unspecified Skeleton_simplex_range
Iterator over the simplices of the skeleton of the complex, for a given dimension.
Definition: SimplicialComplexForAlpha.h:67
void make_filtration_non_decreasing()
unspecified Simplex_handle
Definition: SimplicialComplexForAlpha.h:23
unspecified Insertion_result_type
Return type of an insertion of a simplex.
Definition: SimplicialComplexForAlpha.h:74
unspecified Vertex_handle
Definition: SimplicialComplexForAlpha.h:25
int assign_filtration(Simplex_handle simplex, Filtration_value filtration)
Simplex_vertex_range simplex_vertex_range(Simplex_handle const &simplex)
Returns a range over vertices of a given simplex.
void insert_simplex_and_subfaces(std::vector< Vertex_handle > const &vertex_range, Filtration_value filtration)
Inserts a simplex with vertices from a given simplex (represented by a vector of Vertex_handle) in th...
unspecified Boundary_simplex_range
Iterator over the boundaries of the complex, in an arbitrary order.
Definition: SimplicialComplexForAlpha.h:59
GUDHI
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- C++ library for Topological Data Analysis (TDA) and Higher Dimensional Geometry Understanding.
- Copyright : MIT
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